Bowling Over the Order of Operations
Bowling Over the Order of Operations
Description:
After learning how to solve equations using the order of operations, students will use their skills to create equations that will "knock down bowling pins".
Education Levels:
3, 4, 5
Subject:
Number Sense, Arithmetic
Resource Type:
Activity
Medium:
Text/HTML
Fee Status:
Free
Online provider:
Beacon Learning Center
Learning Outcomes:
Learning Outcomes:
Conforms To
Conforms To
The student produces final documents that have been edited for
- correct spelling;
- correct punctuation, including commas, colons, and semicolons;
- correct capitalization;
- effective sentence structure;
- correct common usage, including subject/verb agreement, common noun/pronoun agreement, common possessive forms, and with a variety of sentence structure, including parallel structure;
- and correct formatting.
Conforms To
Benchmark SS.C.2.2.3: The student knows that a citizen is a legally recognized member of the United States who has certain rights and privileges and certain responsibilities (e.g., privileges such as the right to vote and hold public office and responsibilities such as respecting the law, voting, paying taxes, and serving on juries).
Conforms To
Seventh
3. solves real-world problems invloving percents (for example, discounts, simple interest, taxes, tips)
3. solves real-world problems invloving percents (for example, discounts, simple interest, taxes, tips)
Conforms To
Eighth
1. knows the appropriate operations to solve real-world problems involving integers, ratios, rates, proportions, numbers expressed as percents, decimals, and fractions
1. knows the appropriate operations to solve real-world problems involving integers, ratios, rates, proportions, numbers expressed as percents, decimals, and fractions
Conforms To
Sixth
2. solves real-world problems involving whole numbers, fractions, decimals, and common percents using one or two-step problems
2. solves real-world problems involving whole numbers, fractions, decimals, and common percents using one or two-step problems
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